{
 "cells": [
  {
   "metadata": {},
   "cell_type": "markdown",
   "source": [
    "# Function Encoders: A principled approach to transfer and online adaptation\n",
    "\n",
    "This tutorial is an introduction to function encoders. Function encoders learn basis functions for a function space $\\mathcal{F}$, where each basis function is a neural network. In other words, every function is represented as a linear combination of the learned basis:\n",
    "\n",
    "$$\n",
    "f(x) = \\sum_{i=1}^k c_i g_i(x ; \\theta_i)\n",
    "$$ \n",
    "\n",
    "The coefficients $c$ can be computed as the solution to a simple least-squares problem:\n",
    "\n",
    "\\begin{equation}\n",
    "c = \\begin{bmatrix}\n",
    "\\langle g_1, g_1 \\rangle_\\mathcal{F} & ... & \\langle g_1, g_k \\rangle_\\mathcal{F} \\\\\n",
    "\\vdots & \\ddots & \\vdots \\\\\n",
    "\\langle g_k, g_1 \\rangle_\\mathcal{F} & ... & \\langle g_k, g_k \\rangle_\\mathcal{F} \\\\\n",
    "\\end{bmatrix}^{-1}\n",
    "\\begin{bmatrix}\n",
    "\\langle f, g_1 \\rangle_\\mathcal{F} \\\\\n",
    "\\vdots \\\\\n",
    "\\langle f, g_k \\rangle_\\mathcal{F} \\\\\n",
    "\\end{bmatrix}\n",
    "\\end{equation}\n",
    "\n",
    "The function encoder is useful because only a small amount of data is needed to compute the coefficients, and the resulting model adapts to the data it is given.  For example, prior work has used function encoders to model the dynamics of a robot, where a small amount of online data is used to compute the coefficients. The resulting dynamics model is calibrated to the robot's current environment, and yields accurate state estimates. Furthermore, basis functions are applicable to almost any setting, including few-shot image classification, pose estimation, operator learning, PDE modeling, etc.\n",
    "\n",
    "\n",
    "In this introduction,  we will learn basis functions for a simple function space; the space of quadratic functions:\n",
    "\n",
    "$$\n",
    "\\mathcal{H} = \\{f \\; | \\; f(x) = ax^2 + bx + c  \\quad \\quad  a,b,c \\in \\mathbb{R}\\}\n",
    "$$\n",
    "\n",
    "The first thing we will do is define the datasets. The following code segment defines the function $f(x) = ax^2 + bx + c$. Then it samples 100 values each of a,b, and c. Lastly, it samples data from (-1,1) and computes the output for each function."
   ]
  },
  {
   "metadata": {},
   "cell_type": "markdown",
   "source": "### Install Neuromancer (Colab only)"
  },
  {
   "metadata": {},
   "cell_type": "code",
   "outputs": [],
   "execution_count": null,
   "source": "!pip install neuromancer"
  },
  {
   "cell_type": "code",
   "execution_count": 3,
   "metadata": {},
   "outputs": [],
   "source": [
    "import torch\n",
    "import matplotlib.pyplot as plt\n",
    "\n",
    "from neuromancer.dataset import DictDataset\n",
    "from neuromancer.system import Node\n",
    "from neuromancer.constraint import variable\n",
    "from neuromancer.loss import PenaltyLoss\n",
    "from neuromancer.problem import Problem\n",
    "from neuromancer.trainer import Trainer\n",
    "\n",
    "\n",
    "from neuromancer.modules.function_encoder import FunctionEncoder\n",
    "\n",
    "\n",
    "def create_dataset(f, device='cpu',test=False):\n",
    "\n",
    "    # batch size\n",
    "    n_functions = 100\n",
    "    n_datapoints = 1000\n",
    "\n",
    "    # samples from -1 to 1\n",
    "    example_xs = torch.rand(n_functions, 50, 1) * 2 - 1\n",
    "    if not test:\n",
    "        query_xs = torch.rand(n_functions, n_datapoints, 1) * 2 - 1\n",
    "    else:\n",
    "        query_xs = torch.linspace(-1, 1, n_datapoints).reshape(-1, 1).repeat(n_functions, 1, 1)\n",
    "\n",
    "    # sample a,b,c from -3 to 3 for n_functions size\n",
    "    a = torch.rand(n_functions, 1, 1) * 6 - 3\n",
    "    b = torch.rand(n_functions, 1, 1) * 6 - 3\n",
    "    c = torch.rand(n_functions, 1, 1) * 6 - 3\n",
    "\n",
    "    example_ys = f(example_xs, a, b, c)\n",
    "    query_ys = f(query_xs, a, b, c)\n",
    "\n",
    "\n",
    "    dataset = {\"example_xs\": example_xs.to(device),\n",
    "                \"example_ys\": example_ys.to(device),\n",
    "                \"query_xs\": query_xs.to(device),\n",
    "                \"query_ys\": query_ys.to(device),\n",
    "                \"a\": a.to(device),  # NOTE: a,b,c are only used for plotting.\n",
    "                \"b\": b.to(device),\n",
    "                \"c\": c.to(device),\n",
    "                }\n",
    "\n",
    "    return dataset\n",
    "\n",
    "\n",
    "# Function to sample from\n",
    "f = lambda x, a, b, c: a * x ** 2 + b * x + c\n",
    "\n",
    "# Create dataset\n",
    "device = 'cuda' if torch.cuda.is_available() else 'cpu'\n",
    "train_dataset = create_dataset(f, device=device)\n",
    "test_dataset = create_dataset(f, device=device, test=True)"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "Next, we will wrap these dictionaries in some convenient wrappers"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 4,
   "metadata": {},
   "outputs": [],
   "source": [
    "# Wrap data into Neuromancer DictDatasets\n",
    "train_data = DictDataset(train_dataset, name='train')\n",
    "dev_data = DictDataset(test_dataset, name='dev')\n",
    "\n",
    "# Create torch dataloaders with DictDatasets\n",
    "train_loader = torch.utils.data.DataLoader(train_data, batch_size=20,\n",
    "                                           collate_fn=train_data.collate_fn,\n",
    "                                           shuffle=False)\n",
    "dev_loader = torch.utils.data.DataLoader(dev_data, batch_size=20,\n",
    "                                         collate_fn=dev_data.collate_fn,\n",
    "                                         shuffle=False)"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "The function encoder algorithm requires neural network basis functions. Let's initialize those now. We can also wrap it in the FunctionEncoder class. The forward method of the function encoder takes three inputs: \"example_xs\", \"example_ys\", and \"query_xs\". The example data is used to compute the coefficients of the basis functions, and then the model estimates the \"query_ys\" as a linear combination of the basis functions. As these are just estimates, they are labeled as \"query_y_hats\". It also outputs the Gram matrix, which is useful for regularization.  "
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 5,
   "metadata": {},
   "outputs": [],
   "source": [
    "# Initialize basis functions for the function encoder.\n",
    "n_basis = 3\n",
    "basis_functions = [torch.nn.Sequential(\n",
    "    torch.nn.Linear(1, 256),\n",
    "    torch.nn.ReLU(),\n",
    "    torch.nn.Linear(256, 1),\n",
    ") for i in range(n_basis)]\n",
    "# the function encoder class provides convenient methods to calibrate estimates using least squares\n",
    "# specifically, it uses example data to compute the coefficients of the basis functions,\n",
    "# then uses a linear combination of the basis functions to estimate the function\n",
    "function_encoder = FunctionEncoder(basis_functions)"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "Let's also wrap in it in the NeuroMancer interface."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 6,
   "metadata": {},
   "outputs": [],
   "source": [
    "# Symbolic wrapper of the neural nets\n",
    "function_encoder = Node(function_encoder, ['example_xs', 'example_ys', 'query_xs'], ['query_y_hats', 'gram'], name='function_encoder')\n",
    "\n",
    "# Define symbolic variables in Neuromancer\n",
    "# these are the variables used in the loss functions\n",
    "query_y_hats = variable('query_y_hats')\n",
    "query_ys = variable('query_ys')\n",
    "gram = variable('gram')"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "Next, we will define the loss for the function encoder. The primary loss is simply the prediction error between query_ys and query_y_hats. We also apply regularization to the Gram matrix."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 7,
   "metadata": {},
   "outputs": [],
   "source": [
    "# Define the losses\n",
    "# The first ensures the function estimates align with the true function\n",
    "loss_data = (query_y_hats == query_ys)^2\n",
    "loss_data.name = \"loss_data\"\n",
    "\n",
    "# this prevents the magnitude of the basis functions from growing\n",
    "loss_gram = (torch.diagonal(gram, dim1=1, dim2=2) == torch.ones_like(torch.diagonal(gram, dim1=1, dim2=2)))^2\n",
    "loss_gram.name = \"loss_gram\"\n",
    "\n",
    "loss = PenaltyLoss(objectives=[loss_data, loss_gram], constraints=[])"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "Now, we are ready to train."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 8,
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "epoch: 0  train_loss: 0.7074979543685913\n",
      "epoch: 50  train_loss: 0.00309520005248487\n",
      "epoch: 100  train_loss: 0.0029705772176384926\n",
      "epoch: 150  train_loss: 0.002891507698222995\n"
     ]
    }
   ],
   "source": [
    "# Construct the optimization problems\n",
    "problem = Problem(nodes=[function_encoder], loss=loss)\n",
    "\n",
    "# Create trainer\n",
    "num_epochs = 200\n",
    "trainer = Trainer(\n",
    "    problem.to(device),\n",
    "    train_data=train_loader,\n",
    "    dev_data=dev_loader,\n",
    "    optimizer= torch.optim.Adam(problem.parameters(), lr=1e-3),\n",
    "    epoch_verbose=50,\n",
    "    epochs=num_epochs,\n",
    "    warmup=num_epochs,\n",
    "    device=device\n",
    ")\n",
    "\n",
    "# Train function encoder\n",
    "best_model = trainer.train()"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "After training, let's fetch the best model and plot the results."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 9,
   "metadata": {},
   "outputs": [
    {
     "data": {
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",
      "text/plain": [
       "<Figure size 2000x1500 with 9 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "# get best model\n",
    "problem.load_state_dict(best_model)\n",
    "trained_model = problem.nodes[0]\n",
    "\n",
    "# estimate outputs and plot.\n",
    "with torch.no_grad():\n",
    "    y_test_pred = trained_model(dev_data.datadict)['query_y_hats'].cpu().detach().numpy()\n",
    "    query_ys = dev_data.datadict['query_ys'].cpu().detach().numpy()\n",
    "\n",
    "    fig, axs = plt.subplots(3, 3, figsize=(20, 15))\n",
    "    for i in range(9):\n",
    "        # plot the estimates\n",
    "        ax = axs[i // 3, i % 3]\n",
    "        ax.plot(dev_data.datadict['query_xs'][i].cpu().detach().numpy(), query_ys[i], label='True', color=\"black\")\n",
    "        ax.plot(dev_data.datadict['query_xs'][i].cpu().detach().numpy(), y_test_pred[i], label='Predicted', color=\"blue\")\n",
    "        ax.scatter(dev_data.datadict['example_xs'][i].cpu().detach().numpy(),\n",
    "                   dev_data.datadict['example_ys'][i].cpu().detach().numpy(), color='red', label='Example Data Points', s=10)\n",
    "\n",
    "        a = dev_data.datadict['a'][i].cpu().detach().item()\n",
    "        b = dev_data.datadict['b'][i].cpu().detach().item()\n",
    "        c = dev_data.datadict['c'][i].cpu().detach().item()\n",
    "        ax.set_title(f\"$f(x) = {a:0.1f}x^2 + {b:0.1f}x + {c:0.1f}$\")\n",
    "\n",
    "        # set labels\n",
    "        if i // 3 == 2:\n",
    "            ax.set_xlabel('x')\n",
    "        if i % 3 == 0:\n",
    "            ax.set_ylabel('f(x)')\n",
    "\n",
    "        # set legend\n",
    "        if i == 0:\n",
    "            ax.legend(loc='upper right')\n"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "And we're done! Above you can see 9 quadratic functions plotted in black. The red points indicate the data used to compute the coefficients, and the blue curve is the estimated function. All of these estimates use the same basis functions. We can plot the basis functions too:"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 10,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "<matplotlib.legend.Legend at 0x7049400f5590>"
      ]
     },
     "execution_count": 10,
     "metadata": {},
     "output_type": "execute_result"
    },
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 1000x500 with 1 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "basis_functions = trained_model.callable.forward_basis_functions(dev_data.datadict['query_xs'])\n",
    "\n",
    "\n",
    "fig, ax = plt.subplots(1, 1, figsize=(10, 5))\n",
    "\n",
    "for i in range(n_basis):\n",
    "    xs = dev_data.datadict['query_xs'][0].cpu().detach().numpy()\n",
    "    ys = basis_functions[0][..., i].cpu().detach().numpy()\n",
    "    ax.plot(xs, ys, label=f'$g_{i + 1}$')\n",
    "ax.set_title('Basis Functions')\n",
    "ax.set_xlabel('$x$')\n",
    "ax.set_ylabel('$g_i(x)$')\n",
    "ax.legend(loc='upper right')\n"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "As you can see, all of the basis functions are quadratic-looking functions. This is what we would expect, since these basis functions have been trained to span the space of quadratics! This is the end of this tutorial. For more information on function encoders, see the following papers:\n",
    "* [Function Encoders: A Principled Approach to Transfer Learning in Hilbert Spaces (ICML 2025)](https://arxiv.org/abs/2501.18373)\n",
    "* [Zero-Shot Transfer of Neural ODEs (NeurIPS 2024)](https://arxiv.org/abs/2405.08954)\n",
    "* [Basis-to-Basis Operator Learning Using Function Encoders (CMAME 2024)](https://arxiv.org/abs/2410.00171)\n",
    "* [Zero-Shot Reinforcement Learning via Function Encoders (ICML 2024)](https://arxiv.org/abs/2401.17173)\n",
    "\n",
    "\n"
   ]
  }
 ],
 "metadata": {
  "kernelspec": {
   "display_name": ".venv",
   "language": "python",
   "name": "python3"
  },
  "language_info": {
   "codemirror_mode": {
    "name": "ipython",
    "version": 3
   },
   "file_extension": ".py",
   "mimetype": "text/x-python",
   "name": "python",
   "nbconvert_exporter": "python",
   "pygments_lexer": "ipython3",
   "version": "3.11.0rc1"
  }
 },
 "nbformat": 4,
 "nbformat_minor": 2
}
